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Book Categories |
Foreword | ||
Notation | ||
Introduction | 1 | |
Pt. 1 | Classical Computation | 9 |
1 | Turing machines | 9 |
2 | Boolean circuits | 17 |
3 | The class NP: Reducibility and completeness | 27 |
4 | Probabilistic algorithms and the class BPP | 36 |
5 | The hierarchy of complexity classes | 44 |
Pt. 2 | Quantum Computation | 53 |
6 | Definitions and notation | 54 |
7 | Correspondence between classical and quantum computation | 60 |
8 | Bases for quantum circuits | 65 |
9 | Definition of Quantum Computation. Examples | 82 |
10 | Quantum probability | 92 |
11 | Physically realizable transformations of density matrices | 100 |
12 | Measuring operators | 112 |
13 | Quantum algorithms for Abelian groups | 116 |
14 | The quantum analogue of NP: the class BQNP | 138 |
15 | Classical and quantum codes | 151 |
Pt. 3 | Solutions | 177 |
App. A | Elementary Number Theory | 237 |
Bibliography | 251 | |
Index | 255 |
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Add Classical and Quantum Computation, This book presents a concise introduction to an emerging and increasingly important topic, the theory of quantum computing. The development of quantum computing exploded in 1994 with the discovery of its use in factoring large numbers—an extremely difficu, Classical and Quantum Computation to the inventory that you are selling on WonderClubX
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Add Classical and Quantum Computation, This book presents a concise introduction to an emerging and increasingly important topic, the theory of quantum computing. The development of quantum computing exploded in 1994 with the discovery of its use in factoring large numbers—an extremely difficu, Classical and Quantum Computation to your collection on WonderClub |